Express the following in simplest a + bi form. StartRoot 9 EndRoot + StartRoot negative 36 EndRoot





4i is on the horizontal axis✔ on the vertical axisin quadrant Iin quadrant IV.
6 is ✔ on the horizontal axison the vertical axisin quadrant Iin quadrant IV.
5 – 2i is on the horizontal axison the vertical axisin quadrant III✔ in quadrant IV.
Where is each point located on the graph?–3 + 8i is on the horizontal axison the vertical axisin quadrant I✔ in quadrant II.
Select the expression that is equivalent to StartAbsoluteValue 4 minus 3 i EndAbsoluteValue .





i Superscript 99 = i✔ –i1–1

i Superscript 32 = i–i✔ 1–1

i Superscript 22 = i–i1✔ –1

√−100 = + i
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10
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Compare and contrast the absolute value of a real number to that of a complex number.
The absolute value of a real number, is the distance from zero on the number line. The absolute value (modulus) of a complex number is the distance from origin in the complex plane, which for a bi is √(a² b²). Both are nonnegative, and for a real number interpreted as a 0i, the two definitions yield identical results.
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